|Table of Contents|

Dynamic Study on the Non-Allee and Allee System of Two-competitive Species(PDF)

《南京师大学报(自然科学版)》[ISSN:1001-4616/CN:32-1239/N]

Issue:
2008年02期
Page:
124-129
Research Field:
地理学
Publishing date:

Info

Title:
Dynamic Study on the Non-Allee and Allee System of Two-competitive Species
Author(s):
Chen LinglingLin Zhenshan
School of Geographic Sciences,Nanjing Normal University,Jiangsu Key Laboratory of Environmental Change and Ecological Construction,Nanjing 210046,China
Keywords:
A llee effect two competitive spec ies equ ilibrium com petitive coex istence competitiv e exc lusion
PACS:
Q14
DOI:
-
Abstract:
A llee e ffect is introduced in to the tw o-com pe titive species system to establish a tw o-species dynam ic model subject to theA llee effect, and the non-A llee and A llee system of tw o-com pe titive spec ies are indiv idually sim ulated. Num er ica l sim ulation results show tha t: ( 1) TheA llee effect cou ld lead tom ultiple stable sta tes in the two- spec ies competitive sy stem. ( 2) It causes the coex istence impossible and ev en ex tinction of both spec ies. U ltim ate equilib rium w ill be changed w ith in itia l patch occupancies. ( 3) W ith competitiv e exc lusion, theA llee e ffect cou ld cause all spec ies to go ex tinction. The stronger the A llee effect is, the shorter the spec ies’ surv iva l per iod wou ld be. It degrades the super ior spec ies to be infe rio r and upg rades the in ferior superior, sim ilar in hab itat destruction a ffecting the spec ies eco log ical order. ( 4) As a destab ilizing factor in stab ility and in spec ies persistence in the evo lvement, it w ill significantly affect the equ ilibr ium even if it is slightly changed. M oreove r, h igh in itia l patch occupanc ies m ay he lp persistence o f those go ing ex tinction, wh ich dem onstra tes A llee effec tm ust be fu lly considered in the process of ra re anim a ls pro tection.

References:

[ 1] A lleeW C. Anim a lAgg regations: A S tudy in Genera l Soc io logy [M ]. Chicago: University of Ch icago Press, 1931: 431.
[ 2] M cC arthyM A, L indenm ayerD B, Dresch lerM. Ex tinction debts and risks faced by abundan t spec ies[ J]. Conse rvation Biology, 1997( 11): 221-226.
[ 3] W ang G, L iX G, W ang F Z. The com pe titive dynam ics of popu lation sub jec t to an A llee e ffect[ J]. Ecolog ica lM ode lling,1999, 124( 4): 183-192.
[ 4] Zhou S R, L iu Y F, W ang G. The stab ility o f preda tor-prey system s sub jec t to the A llee effects[ J]. Theoretical Population Biology, 2005( 67) : 23-31.
[ 5] Kuussaar iM, Saccher i I, Cama raM, e t a.l A llee effect and population dynam ics in the G lanv ille fr itillary butterfly[ J]. O-ikos, 1998( 82): 384-392.
[ 6] Lin Z S, X ie Z L. Does hab itat restoration cause species extinction[ J]. B io log ica l Conserva tion, 2004( 21): 1-6.
[ 7] Lin Z S. The eco loc ica l o rder of pe rs isting spec ies dur ing hab itat destruction [ J]. Eco log ica lM ode lling, 2005 ( 184 ): 249-256.
[ 8] H ansk i I, H e inoM. M etapopulation- leve l adaptation o f insec t host plant pre fe rence and extinction-co lon iza tion dynam ics in
heterogeneous landscapes[ J]. Theo r Popu l B io ,l 2003( 64): 281-290.
[ 9] H ansk i I, Ovaska inen O. M etapopu lation theo ry for fragm ented landscapes[ J]. Theor Popul B io,l 2003( 64) : 119-127.
[ 10] Ov aska inen O, Sato K, Bascom pte J, e t a.l M etapopu lation mode ls for ex tinc tion thresho ld in spa tia lly corre la ted [ J]. J Theor B io,l 2002( 215): 95-108.
[ 11] 林振山. 种群动力学[M ]. 北京: 科学出版社, 2006: 54-60.
[ 12] 林振山. 非线性科学及其在地学中的应用[M ]. 北京: 气象出版社, 2003: 8-18.
[ 13] Nee S, M ay R M. Dynam ics o f m etapopu la tions: habitat destruc tion and com pe titive coex istence[ J]. J An im E co ,l 1992( 61): 37-40.

Memo

Memo:
-
Last Update: 2013-05-05